This investigation will allow you to experiment with different values of $d$ in the equation $y = \sin (x - d)$ to see what effect it has on the graph of $y = \sin x$.
In this investigation, there are two sections for you to explore:
When you've completed both sections, you'll be given a short summary of the role of $d$ in $y = \sin (x - d)$ in the transformation of $y = \sin x$. The investigation will conclude with a short matching exercise.
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Equation
Amplitude
Period (°)
Domain
Range
\(x\)-int
\(y\)-int
Min. value
Max. value
Match the graph with it's equation:
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